The MODEL statement enables you to fit an inhomogeneous Poisson process model. You must specify a process-name as the dependent variable. In addition, the MODEL statement enables you to specify multiple trends as covariates. If you do not specify any trends as covariates in the MODEL statement, PROC SPP fits a second-degree polynomial. The process-name must be defined in a preceding PROCESS statement, and each trend-name must be defined in a preceding TREND statement. Table 93.2 summarizes the model-options that you can specify.
Table 93.2: MODEL Statement Options
Option |
Description |
---|---|
Displays optimization centering and scaling information |
|
Requests the approximate correlation matrix |
|
Requests the approximate covariance matrix |
|
Constructs a t-type confidence interval |
|
Performs a chi-square-based goodness-of-fit |
|
Specifies the intensity response GRID size |
|
Requests the optimization iteration history |
|
Specifies an output data set to store the intensity estimates |
|
Specifies an output data set to store the simulations from an intensity model |
|
Requests an additional polynomial component to be included in the model fitting process |
|
Requests residual computations and specifies the bandwidth for smoothed residuals |
|
Requests display of raw results |
You can specify the following model-options: